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The
Colorado 13er List |
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The complete list of Colorado 13ers is maintained by Gerry Roach.
It has changed over the years and is the most comprehensive list
available.
The following information is from Gerry's website:
- Rank.
A summit has a hard rank, if it has at least 300 feet of Prominence.
Prominence is given in the Prom column, and a right-justified number in the
Rank column means that the summit has a hard rank. Summits that do not have
a hard rank but could rank if extrapolated elevations were
not used for the summit and/or interpolated elevations were
not used for the Prominence Saddle, have a soft
rank. Summits with a soft rank have a left-justified S in the Rank column.
No entry in the Rank column means that the summit is named but unranked. I
list ranked summits whether they are named or not.
- Elevation
The exact or estimated elevation of the summit.
- Prominence.
The Prominence of a summit in these lists is its rise above the highest
saddle connecting the summit to higher ground. This highest saddle is called
the Prominence Saddle, which I have previously called the Connecting Saddle.
Thus, Prominence is the elevation of the summit minus the elevation of the
Prominence Saddle. Prominence is a pure topographic measure that is
independent of names, parents, and ranks. Occasionally, a summit does not
have a given elevation, and in these cases, the summit elevation is
calculated by extrapolating above the summit’s highest closed contour by
half the contour interval. Often, a saddle does not have a given elevation,
and in these cases the saddle elevation is interpolated between the highest
contour that does not go through the saddle and the lowest contour that does
go through the saddle. Given elevations in a saddle are used, but only if
they represent the low point of the saddle. The maps used for calcutaing
Prominence are the largest scale (most detailed) maps available for the
region. In Colorado, these are the the USGS 7.5 minute quadrangles, which
typically have a contour interval of 40 feet in the mountains. In these
lists, Prominence is given in feet.
- Summit Name.
A peak qualifies for a list if it is named or ranked. Named summits are on a
list if they are ranked or unranked. The officially named summits include
peaks, mounts, mountains, named ridges, named benchmarks if they do not have
a peak name, named rocks, named hills, and other named features such as
moraines. I enclose unofficial names in double quotation marks. If a summit
has both a peak name and a named benchmark, the peak name takes precedence.
- Parent.
The closest, higher, hard ranked summit is the Proximate Parent. The
closest, higher, hard ranked summit that one would reach by climbing beyond
and above the Prominence Saddle is the Prominence Parent. The term Line
Parent is a synonym for Prominence Parent. For most summits, the Proximate
and Prominence Parents are the same peak, and in these cases, I list that
peak name once in the Parent Column. When the Proximate and Prominence
Parents are two different peaks, I list the Proximate Parent first followed
by the Prominence Parent on a second line. Unranked summits still have
parents.
- Isolation.
The Great Circle distance between a summit and its Proximate Parent is the
summit’s Isolation. I list this distance in miles in the Iso column. When a
summit has different Proximate and Prominence Parents, I list the Great
Circle distance to each parent adjacent to the parent names in the Parent
column. By definition, the distance to the Proximate Parent will always be
less than or equal to the distance to the Prominence Parent. The distance to
the Proximate Parent is the summit’s Isolation, but I include the distance
to the Prominence Parent as additional information.
- Quadrangle
The main USGS map
"quadrangle" where the summit is located.
- Range
The mountain range in which the
summit is located:
FR - Front Range
TM - Tenmile Range and Mosquito Range
EL - Elk Mountains
SW - Sawatch Range
SJ - San Juan Mountains
SC - Sangre de Cristo Range
GO - Gore Range
Note: When two or more summits have the same elevation, they are ordered by
decreasing Prominence. If there are peaks with the same elevation and
prominence, then they are ordered by decreasing Isolation.
Some information provided from
www.climb.mountains.com